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20112026
most citedOn a Boltzmann mean field model for knowledge growth

3 citations · 6 across the 8 of their papers we have counts for

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math.OC2025

What is the optimal way to lie? From microscopic to kinetic descriptions of consensus control

Sasha Glendinning, Susana N. Gomes, Marie-Therese Wolfram

We establish an approach for consensus control of opinion dynamics by introducing a liar to the classical system. The liar's aim is to steer the population towards consensus at the…

math.OC2024

Modelling Global Trade with Optimal Transport

Thomas Gaskin, Guven Demirel, Marie-Therese Wolfram +1

Global trade is shaped by a complex mix of factors beyond supply and demand, including tangible variables like transport costs and tariffs, as well as less quantifiable influences…

math.OC2020

Consensus-Based Global Optimization with Personal Best

Claudia Totzeck, Marie-Therese Wolfram

In this paper we propose a variant of a consensus-based global optimization (CBO) method that uses personal best information in order to compute the global minimum of a non-convex,…

math.OC20192 cited

Comparing the best reply strategy and mean field games: the stationary case

Matt Barker, Pierre Degond, Marie-Therese Wolfram

Mean field games (MFGs) and the best reply strategy (BRS) are two methods of describing competitive optimisation of systems of interacting agents. The latter can be interpreted as…

math.OC2019

Inverse optimal transport

Andrew M. Stuart, Marie-Therese Wolfram

Discrete optimal transportation problems arise in various contexts in engineering, the sciences and the social sciences. Often the underlying cost criterion is unknown, or only par…

math.OC2019

Data assimilation in price formation

Martin Burger, Jan-Frederik Pietschmann, Marie-Therese Wolfram

We consider the problem of estimating the density of buyers and vendors in a nonlinear parabolic price formation model using measurements of the price and the transaction rate. Our…